を同時に満たす bcdef,g,h,i を探す。
bcdef×g=*4**** となる範囲を探す（下左）。
  • 20000–24999×2=040000–049998
  • 70000–74999×2=140000–149998
  • 13334–16666×3=040002–049998
  • 46667–49999×3=140001–149997
  • 80000–83333×3=240000–249999
  • 10000–12499×4=040000–049996
  • 35000–37499×4=140000–149996
  • 60000–62499×4=240000–249996
  • 85000–87499×4=340000–349996
  • 06667–08333×6=040002–049998
  • 23334–24999×6=140004–149994
  • 40000–41666×6=240000–249996
  • 56667–58333×6=340002–349998
  • 73334–74999×6=440004–449994
  • 90000–91666×6=540000–549996
  • 05715–07142×7=040005–049994
  • 20000–21428×7=140000–149996
  • 34286–35714×7=240002–049998
  • 48572–49999×7=340004–349993
  • 62858–64285×7=440006–449995
  • 77143–78571×7=540001–549997
  • 91429–92857×7=640003–649999
  • 05000–06249×8=040000–049992
  • 17500–18749×8=140000–149992
  • 30000–31249×8=240000–249992
  • 42500–43749×8=340000–349992
  • 55000–56249×8=440000–449992
  • 67500–68749×8=540000–549992
  • 80000–81249×8=640000–649992
  • 92500–93749×8=740000–749992
  • 04445–05555×9=040005–049995
  • 15556–16666×9=140004–149994
  • 26667–27777×9=240003–249993
  • 37778–38888×9=340002–349992
  • 48889–49999×9=440001–449991
  • 60000–61111×9=540000–549999
  • 71112–72222×9=640008–649998
  • 82223–83333×9=740007–749997
  • 93334–94444×9=840006–849996
  • 10000–14999×2=020000–029998
  • 60000–64999×2=120000–129998
  • 06667–09999×3=020001–029997
  • 40000–43333×3=120000–129999
  • 73334–76666×3=220002–229998
  • 05000–07499×4=020000–029996
  • 30000–32499×4=120000–129996
  • 55000–57499×4=220000–229996
  • 80000–82499×4=320000–329996
  • 04000–05999×5=020000–029995
  • 24000–25999×5=120000–129995
  • 44000–45999×5=220000–229995
  • 64000–65999×5=320000–329995
  • 84000–85999×5=420000–429995
  • 03334–04999×6=020004–029994
  • 20000–21666×6=120000–129996
  • 36667–38333×6=220002–229998
  • 53334–54999×6=320004–329994
  • 70000–71666×6=420000–429996
  • 86667–88333×6=520002–529998
  • 02858–04285×7=020006–029995
  • 17143–18571×7=120001–129997
  • 31429–32857×7=220003–229999
  • 45715–47142×7=320005–329994
  • 60000–61428×7=420000–429996
  • 74286–75714×7=520002–529998
  • 88572–89999×7=620004–629993
  • 02500–03749×8=020000–029992
  • 15000–16249×8=120000–129992
  • 27500–28749×8=220000–229992
  • 40000–41249×8=320000–329992
  • 52500–53749×8=420000–429992
  • 65000–66249×8=520000–529992
  • 77500–78749×8=620000–629992
  • 90000–91249×8=720000–729992
  • 02223–03333×9=020007–029997
  • 13334–14444×9=120006–129996
  • 24445–25555×9=220005–229995
  • 35556–36666×9=320004–329994
  • 46667–47777×9=420003–429993
  • 57778–58888×9=520002–529992
  • 68889–69999×9=620001–629991
  • 80000–81111×9=720000–729999
  • 91112–92222×9=820008–829998
  • 05000–09999×2=010000–019998
  • 55000–59999×2=110000–119998
  • 03334–06666×3=010002–019998
  • 36667–39999×3=110001–119997
  • 70000–73333×3=210000–219999
  • 02500–04999×4=010000–019996
  • 27500–29999×4=110000–119996
  • 52500–54999×4=210000–219996
  • 77500–79999×4=310000–319996
  • 02000–03999×5=010000–019995
  • 22000–23999×5=110000–119995
  • 42000–43999×5=210000–219995
  • 62000–63999×5=310000–319995
  • 82000–83999×5=410000–419995
  • 01667–03333×6=010002–019998
  • 18334–19999×6=110004–119994
  • 35000–36666×6=210000–219996
  • 51667–53333×6=310002–319998
  • 68334–69999×6=410004–419994
  • 85000–86666×6=510000–519996
  • 01429–02857×7=010003–019999
  • 15715–17142×7=110005–119994
  • 30000–31428×7=210000–219996
  • 44286–45714×7=310002–319998
  • 58572–59999×7=410004–419993
  • 72858–74285×7=510006–519995
  • 87143–88571×7=610001–619997
  • 01250–02499×8=010000–019992
  • 13750–14999×8=110000–119992
  • 26250–27499×8=210000–219992
  • 38750–39999×8=310000–319992
  • 51250–52499×8=410000–419992
  • 63750–64999×8=510000–519992
  • 76250–77499×8=610000–619992
  • 88750–89999×8=710000–719992
  • 01112–02222×9=010008–019998
  • 12223–13333×9=110007–119997
  • 23334–24444×9=210006–219996
  • 34445–35555×9=310005–319995
  • 45556–46666×9=410004–419994
  • 56667–57777×9=510003–519993
  • 67778–68888×9=610002–619992
  • 78889–79999×9=710001–719991
  • 90000–91111×9=810000–819999
同様に、bcdef×h=*2**** となる範囲と bcdef×i=*1**** となる範囲を探す（上中右）。

左と中の両方を同時に成立させる bcdef,g,h を探す。ただし g=h×2 の場合と g×3=h の場合は、def×h=*3** def×g=*5** を同時に満たすことができないためはずす。

i も満たすものを探す。 この時点で残った g と h の組み合わせは以下の通りである。 def&g=*5*6 となる範囲を探す。 def×h=*3** を満たすかチェックする。 これらを組み合わせ、bcdef×g=*4*5*6 と bcdef×h=*2*3** を同時に満たすものを探すと、以下の通りになる（bcdefの範囲 ×g ×h ×i）。